With another grade eight class in F.E. Madill. Mr. Westra’s 8A class. The two classes got together in one of the gyms on Halloween to have a bobbing for apples duel. We didn’t just do this because it is a classic Halloween game, but we also collected the data and used it for a math project! Although the original plan was to have fun while doing math, but the class who won also got the bragging rights until the next challenge. This project was used for our math unit on data, we would collect all the information and put it into a Google spreadsheet, but of course with graphs!

Based on the charts and my graphs 8B won the BFA challenge. I know this because in Part A 8B won a significant more amount of apples, 8B won 28 and 8A won 12. In part B the frequency for 8B was higher than the frequency for 8A. 8B had their time frequency under 50 seconds for every duel, while 8A had times go all the way from 0 seconds to 1 minute 26 seconds! In question 7 I know 8B won because they had a higher mean and median. 8B had 4 as their mean, and 3 as their median, although 8A had 1.71 as their mean, and 2 as their median. In question 8 8A had a higher mean than 8B because 8A took longer to get their first apple then 8B did. The average (mean) of 8A was 33.86 and 8B had an average of 17.71, therefore 8B won the BFA challenge!
Although 8A and 8B fought for the bragging rights for the BFA challenge we all knew that there could only be one class that won. We all knew that it would probably be 8B! 8B had a method of putting your head underwater far enough to grasp the apple and pull it up the side to get it out in enough time to win that duel. Now a method of 8A thats a different story! But I do know that 8B has won the ultimate BFA challenge and bragging rights!
Both classes fought hard to win the BFA challenge, But there could only be one winner. Both classes know that the ultimate winner was… 8B!

